Лямбда-базисы (Priroda 06)
- В этой теме 4 ответа, 2 участника, последнее обновление 14 лет, 5 месяцев назад сделано
amg.
Кто-нибудь разобрался в базисах, которые идут с PRIRODA-06
(нерелятевистские basis.in и релятевистские в basis4.in)?
Они описаны в статье [D.N.Laikov "A new class of atomic basis functions for accurate electronic structure calculations of molecules" в Chemical Physics Letters, 416 (2005) , 116-120].
Применимость базисов (данные Д.Лайкова):
| (Файл базисов) | (Хим.элементы) | (Методы расчёта) |
| 3z.bas | H — Xe | GGA DFT |
| basis.in | H — Kr | CCSD(T), RI-MP2, GGA DFT |
| basis4.in | H — No | CCSD(T), RI-MP2, GGA DFT |
Пытаюсь посчитать релятивистским базисом L2 хим.сдвиги ЯМР для комплексов циркония, но почему-то не получается (в выходном файле просто отсутствуют хим.сдвиги, ошибки тоже отсутствуют).
Список всех базисов:
basis.in b1(4)|b1
L1(5,2)
L0(6)|L0
L1m(6)|L1m|L11m|L111m|L1111m
L1(6,2)|L1|L11|L111|L1111
L1(7,3)
L1(8,4)|L1#2|L11#2|L111#2|L1111#2
L1(10,5)|L1#3|L11#3|L111#3|L1111#3
L1(13,6)|L1#4|L11#4|L111#4|L1111#4
L1(15,7)|L1#5|L11#5|L111#5|L1111#5
L1(17,8)|L1#6|L11#6|L111#6|L1111#6
L1(19,9)|L1#7|L11#7|L111#7|L1111#7
L1+0(14,10)
L2+0(14,10,04)
L2(6,3,1)
L2(7,3,2)
L2m(8,4)|L2m|L22m|L222m|L2222m
L2(8,4,2)|L2|L22|L222|L2222
L2(10,5,3)|L2#3|L22#3|L222#3|L2222#3
L2(13,6,5)|L2#4|L22#4|L222#4|L2222#4
L2(15,7,6)|L2#5|L22#5|L222#5|L2222#5
L2(17,8,7)|L2#6|L22#6|L222#6|L2222#6
L2(19,9,8)|L2#7|L22#7|L222#7|L2222#7
L3(10,5,3,2)|L3|L33|L333|L3333
L3(13,6,5,4)|L3#4|L33#4|L333#4|L3333#4
L3(15,7,6,5)|L3#5|L33#5|L333#5|L3333#5
L3(17,8,7,5)|L3#6|L33#6|L333#6|L3333#6
L3(19,9,8,6)|L3#7|L33#7|L333#7|L3333#7
L4(13,6,5,4,3)|L4|L44|L444|L4444
L4(15,7,6,5,4)|L4#5|L44#5|L444#5|L4444#5
L4(17,8,7,5,4)|L4#6|L44#6|L444#6|L4444#6
L4(19,9,8,6,6)|L4#7|L44#7|L444#7|L4444#7
L5(15,7,6,5,4,2)|L5|L55|L555|L5555
L5(17,8,7,5,4,3)|L5#6|L55#6|L555#6|L5555#6
L5(19,9,8,6,6,5)|L5#7|L55#7|L555#7|L5555#7
L6(17,8,7,5,4,3,2)|L6|L66|L666|L6666
L6(19,9,8,6,6,5,3)|L6#7|L66#7|L666#7|L6666#7
L7(19,9,8,6,6,5,3,2)|L7|L77|L777|L7777
L0(10,7)|L0
b11(7,4)|b1
L11m(10,7)|L1m|L11m|L111m|L1111m
L11(10,7,3)|L1|L11|L111|L1111
L1(8,5,2)
L1(10,7,3)
L11(8,5,2)
L11(12,8,4)|L1#2|L11#2|L111#2|L1111#2
L11(14,10,5)|L1#3|L11#3|L111#3|L1111#3
L11(17,12,7)|L1#4|L11#4|L111#4|L1111#4
L11(20,14,8)|L1#5|L11#5|L111#5|L1111#5
L22m(12,8,6)|L2m|L22m|L222m|L2222m
L22(12,8,6,3)|L2|L22|L222|L2222
L2(14,10,5,3)
L2(12,8,4,2)
L22(14,10,7,3)|L2#3|L22#3|L222#3|L2222#3
L22(17,12,9,3)|L2#4|L22#4|L222#4|L2222#4
L22(20,14,11,5)|L2#5|L22#5|L222#5|L2222#5
L33(14,10,8,7,2)|L3|L33|L333|L3333
L3(14,10,5,4,2)
L33(17,12,9,7,3)|L3#4|L33#4|L333#4|L3333#4
L33(20,14,11,9,4)|L3#5|L33#5|L333#5|L3333#5
L44(17,12,9,7,6,2)|L4|L44|L444|L4444
L44(19,14,11,9,8,4)
L44(20,14,11,9,8,3)|L4#5|L44#5|L444#5|L4444#5
L44(24,18,13,11,10,4)
L55(20,14,11,9,8,7,2)|L5|L55|L555|L5555
L0(10,7)|L0
b1(7,4)|b1
L1(8,5,2)
L1m(10,7)|L1m
L1(10,7,3)|L1
L1(12,8,4)|L1#2
L1(14,10,5)|L1#3
L1(17,12,6)|L1#4
L1(19,14,8)|L1#5
L11(8,5,2)
L11(10,7,3)|L11|L111|L1111
L11(12,8,4)|L11#2|L111#2|L1111#2
L11(14,10,5)|L11#3|L111#3|L1111#3
L11(17,12,6)|L11#4|L111#4|L1111#4
L11(19,14,8)|L11#5|L111#5|L1111#5
L2m(12,8,4)|L2m
L2(12,8,4,2)|L2
L2(14,10,5,3)|L2#3
L2(17,12,6,5)|L2#4
L2(19,14,8,6)|L2#5
L22m(12,8,4)|L22m|L222m|L2222m
L22(12,8,5,2)|L22|L222|L2222
L22(14,10,7,3)|L22#3|L222#3|L2222#3
L22(17,12,9,5)|L22#4|L222#4|L2222#4
L22(19,14,11,6)|L22#5|L222#5|L2222#5
L3(14,10,5,4,3)|L3
L3(17,12,6,5,4)|L3#4
L3(19,14,8,6,5)|L3#5
L33(14,10,7,5,3)|L33|L333|L3333
L33(17,12,9,8,5)|L33#4|L333#4|L3333#4
L33(19,14,11,9,5)|L33#5|L333#5|L3333#5
L4(17,12,6,5,4,3)|L4
L4(19,14,8,6,5,4)|L4#5
L44(17,12,9,8,7,3)|L44|L444|L4444
L44(19,14,11,9,8,4)|L44#5|L444#5|L4444#5
L44(20,15,11,9,9,4)
L5(19,14,8,6,5,4,2)|L5
L55(19,14,11,9,8,7,2)|L55|L555|L5555
L0(14,11)|L0
b11(10,7)|b1
L11m(14,11)|L1m|L11m
L11(14,11,6)|L1|L11
L11(18,13,8)|L1#2|L11#2
L11(21,16,9)|L1#3|L11#3
L11(26,21,12)|L1#4|L11#4
L111(14,11,6)
L111(21,16,10)
L22m(18,13,8)|L2m|L22m
L22(18,13,8,7)|L2|L22
L22(21,16,9,8)|L2#3|L22#3
L22(26,21,12,10)|L2#4|L22#4
L222(18,14,9,7)
L33(21,16,9,8,7)|L3|L33
L33(26,21,12,10,9)|L3#4|L33#4
L44(26,21,12,10,9,8)|L4|L44
L55(28,22,12,11,10,9,8)|L5|L55
L0(14,11)|L0
b1(10,7)|b1
L1m(14,11)|L1m
L1(14,11,3)|L1
L11(14,11,6)|L11
L1(18,13,5)
L1(21,16,6)
L1(26,21,9)
L111(14,11,6)
L111(21,16,10)
L2m(18,13,5)|L2m
L2(18,13,5,2)|L2
L2(21,16,6,4)
L2(26,21,9,6)
L22m(18,13,8)|L22m
L22(18,13,8,6)|L22
L222(18,14,9,7)
L3(21,16,6,4,3)|L3
L3(26,21,9,6,5)
L33(21,16,9,8,7)|L33
L4(26,21,9,6,5,3)|L4
L44(26,21,12,10,9,8)|L44
L55(28,22,12,11,10,9,7)|L55
L0(19,15)|L0
b11(13,10)|b1
L11m(19,15)|L1m|L11m
L11(19,15,10)|L1|L11
L11(23,18,9)|L1#2|L11#2
L11(27,22,12)|L1#3|L11#3
L11(33,27,14)|L1#4|L11#4
L1111(19,15,10)
L1111(27,22,16)
L22m(23,18,9)|L2m|L22m
L22(23,18,9,6)|L2|L22
L22(27,22,12,8)|L2#3|L22#3
L22(33,27,14,9)|L2#4|L22#4
L33(27,22,12,8,7)|L3|L33
L33(33,27,14,9,9)|L3#4|L33#4
L44(33,27,14,9,9,7)|L4|L44
L55(36,29,15,11,9,8,7)|L5|L55
L0(19,15,11)|L0
b11(13,10,7)|b1
L11m(19,15,11)|L1m|L11m
L11(19,15,11,5)|L1|L11
L11(23,18,13,7)|L1#2|L11#2
L11(27,22,16,8)|L1#3|L11#3
L11(33,27,20,10)|L1#4|L11#4
L11(36,29,22,10)|L1#5|L11#5
L1111(19,15,11,5)
L1111(27,22,16,9)
L22m(23,18,13,7)|L2m|L22m
L22(23,18,13,8,4)|L2|L22
L22(27,22,16,10,5)|L2#3|L22#3
L22(33,27,20,12,8)|L2#4|L22#4
L22(36,29,22,13,7)|L2#5|L22#5
L33(27,22,16,10,8,4)|L3|L33
L33(33,27,20,12,11,6)|L3#4|L33#4
L33(36,29,22,13,10,6)|L3#5|L33#5
L44(33,27,20,12,11,9,3)|L4|L44
L44(36,29,22,13,10,10,3)|L4#5|L44#5
L55(36,29,22,13,10,10,8,3)|L5|L55
L0(19,15,11)|L0
b1(13,10,7)|b1
L1m(19,15,11)|L1m
L1(19,15,11)|L1
L1(23,18,13)|L1#2
L1(27,22,16)|L1#3
L1(33,27,20)|L1#4
L1(36,29,22)|L1#5
L11(19,15,11,5)|L11
L11(23,18,13,6)|L11#2
L11(27,22,16,7)|L11#3
L11(33,27,20,10)|L11#4
L11(36,29,22,10)|L11#5
L1111(19,15,11,4)
L1111(27,22,16,9)
L2m(23,18,13)|L2m
L2(23,18,13,2)|L2
L2(27,22,16,4)|L2#3
L2(33,27,20,6)|L2#4
L2(36,29,22,8)|L2#5
L22m(23,18,13,7)|L22m
L22(23,18,13,8,4)|L22
L22(27,22,16,9,5)|L22#3
L22(33,27,20,12,8)|L22#4
L22(36,29,22,13,7)|L22#5
L3(27,22,16,4,3)|L3
L3(33,27,20,6,5)|L3#4
L3(36,29,22,8,5)|L3#5
L33(27,22,16,9,8,4)|L33
L33(33,27,20,12,11,6)|L33#4
L33(36,29,22,13,10,5)|L33#5
L4(33,27,20,6,4,2)|L4
L4(36,29,22,8,5,5)|L4#5
L44(33,27,20,12,11,9,3)|L44
L44(36,29,22,13,10,9,4)|L44#5
L5(36,29,22,8,5,5,4)|L5
L55(36,29,22,13,10,9,8,3)|L55
b1(4)|b1
L1(6,2)|L1|L11|L111|L1111
L2m(8,4)|L2m|L22m|L222m|L2222m
L2(8,4,2)|L2|L22|L222|L2222
L3(10,5,3,2)|L3|L33|L333|L3333
L4(13,6,5,4,3)|L4|L44|L444|L4444
L5(15,7,6,5,4,2)|L5|L55|L555|L5555
L6(17,8,7,5,4,3,2)|L6|L66|L666|L6666
b11(7,4)|b1
L11(10,7,3)|L1|L11|L111|L1111
L22m(12,8,6)|L2m|L22m|L222m|L2222m
L22(12,8,6,3)|L2|L22|L222|L2222
L33(14,10,8,7,2)|L3|L33|L333|L3333
L44(17,12,9,7,6,2)|L4|L44|L444|L4444
L55(20,14,11,9,8,7,2)|L5|L55|L555|L5555
b1(7,4)|b1
L1(10,7,3)|L1
L11(10,7,3)|L11|L111|L1111
L2m(12,8,4)|L2m
L2(12,8,4,2)|L2
L22m(12,8,4)|L22m|L222m|L2222m
L22(12,8,5,2)|L22|L222|L2222
L3(14,10,5,4,3)|L3
L33(14,10,7,5,3)|L33|L333|L3333
L4(17,12,6,5,4,3)|L4
L44(17,12,9,8,7,3)|L44|L444|L4444
L5(19,14,8,6,5,4,2)|L5
L55(19,14,11,9,8,7,2)|L55|L555|L5555
b11(10,7)|b1
L11(14,11,6)|L1|L11
L22m(18,13,8)|L2m|L22m
L22(18,13,8,7)|L2|L22
L33(21,16,9,8,7)|L3|L33
b1(10,7)|b1
L1(14,11,3)|L1
L11(14,11,6)|L11
L2m(18,13,5)|L2m
L2(18,13,5,2)|L2
L22m(18,13,8)|L22m
L22(18,13,8,6)|L22
L3(21,16,6,4,3)|L3
L33(21,16,9,8,7)|L33
b11(13,10)|b1
L11(19,15,10)|L1|L11
L22m(23,18,9)|L2m|L22m
L22(23,18,9,6)|L2|L22
L33(27,22,12,8,7)|L3|L33
b11(13,10,7)|b1
L11(19,15,11,5)|L1|L11
L22m(23,18,13,7)|L2m|L22m
L22(23,18,13,8,4)|L2|L22
L33(27,22,16,10,8,4)|L33|L3
b1(13,10,7)|b1
L1(19,15,11)|L1
L11(19,15,11,5)|L11
L2m(23,18,13)|L2m
L2(23,18,13,2)|L2
L22m(23,18,13,7)|L22m
L22(23,18,13,8,4)|L22
L3(27,22,16,4,3)|L3
L33(27,22,16,9,8,4)|L33
basis4.in L0(6)|L0
L1(6,2)|L1|L11|L111|L1111
L2(8,4,2)|L2|L22|L222|L2222
L3(10,5,3,2)|L3|L33|L333|L3333
L0(10,7)|L0
L11(10,7,3)|L1|L11|L111|L1111
L22(12,8,6,3)|L2|L22|L222|L2222
L33(14,10,8,7,2)|L3|L33|L333|L3333
L0(10,7)|L0
L1(10,7,3)|L1
L11(10,7,3)|L11|L111|L1111
L2(12,8,4,2)|L2
L22(12,8,5,2)|L22|L222|L2222
L3(14,10,5,4,3)|L3
L33(14,10,7,5,3)|L33|L333|L3333
L11(15,11,6)|L1|L11
L22(19,13,8,7)|L2|L22
L33(22,16,9,8,7)|L3|L33
L1(15,11,3)|L1
L11(15,11,6)|L11
L2(19,13,5,2)|L2
L22(19,13,8,6)|L22
L3(23,17,6,4,3)|L3
L33(23,17,9,8,7)|L33
L11(21,16,10)|L1|L11
L22(25,20,9,6)|L2|L22
L33(29,24,12,8,7)|L3|L33
L11(21,16,11,5)|L1|L11
L11(25,20,14,7)|L1#2|L11#2
L11(29,24,17,8)|L1#3|L11#3
L11(33,28,20,10)|L1#4|L11#4
L11(36,31,21,10)|L1#5|L11#5
L22(25,20,14,8,4)|L2|L22
L22(29,24,17,10,5)|L2#3|L22#3
L22(33,28,20,12,8)|L2#4|L22#4
L22(36,31,21,13,7)|L2#5|L22#5
L33(29,24,17,10,8,4)|L3|L33
L33(33,28,20,12,11,6)|L3#4|L33#4
L33(36,28,20,12,11,6)|L3#5|L33#5
L1(21,17,11)|L1
L11(21,17,11,5)|L11
L2(25,21,14,2)|L2
L22(25,21,14,8,4)|L22
L3(28,24,17,4,3)|L3
L33(28,24,17,9,8,4)|L33
L11(26,23,16)|L1|L11
L22(29,26,18,6)|L2|L22
L33(33,30,22,7,6)|L3|L33
L11(26,23,16,5)|L1|L11
L22(29,26,18,9,5)|L2|L22
L33(33,30,22,10,8,4)|L3|L33
L1(26,23,16)|L1
L11(26,23,16,5)|L11
L111(26,23,16,8)|L111
L2(29,26,18,2)|L2
L22(29,26,18,9,5)|L22
L222(29,26,18,12,8)|L222
L3(33,30,22,5,4)|L3
L33(33,30,22,10,8,4)|L33
L333(33,30,22,14,12,7)|L333
L11(30,28,20)|L1|L11
L22(33,31,22,6)|L2|L22
L33(37,35,26,14,8)|L3|L33
L11(30,29,20,9)|L1|L11
L22(33,32,22,12,5)|L2|L22
L33(37,36,26,14,8,5)|L3|L33
L111(30,29,20,14,6)|L1|L11|L111
L222(33,32,22,17,10,5)|L2|L22|L222
L333(37,36,26,19,13,9,4)|L3|L33|L333
L11(30,29,20,14)|L1|L11
L111(30,29,20,14,6)|L111
L22(33,32,22,17,4)|L2|L22
L222(33,32,22,17,10,5)|L222
L33(37,36,26,19,13,5)|L3|L33
L333(37,36,26,19,13,8,4)|L333
L1(30,29,20,12)|L1
L11(30,29,20,13)|L11
L111(30,29,20,13,5)|L111
L2(33,32,22,17)|L2
L22(33,32,22,17,5)|L22
L222(33,32,22,17,10,5)|L222
L3(37,36,26,19,3)|L3
L33(37,36,26,19,8,3)|L33
L333(37,36,26,19,13,8,4)|L333
L11(34,33,24,14)|L1|L11
L22(37,36,27,22)|L2|L22
L33(41,40,30,23,8)|L3|L33
L11(34,33,24,18)|L1|L11
L22(37,36,27,21,4)|L2|L22
L33(41,40,30,23,13,9)|L3|L33
L111(34,33,24,18,6)|L1|L11|L111
L222(37,36,27,21,10,5)|L2|L22|L222
L333(41,40,30,23,13,9,4)|L3|L33|L333
L1(6,2)|L1|L11|L111|L1111
L2(8,4,2)|L2|L22|L222|L2222
L3(10,5,3,2)|L3|L33|L333|L3333
L11(10,7,3)|L1|L11|L111|L1111
L22(12,8,6,3)|L2|L22|L222|L2222
L33(14,10,8,7,2)|L3|L33|L333|L3333
L1(10,7,3)|L1
L11(10,7,3)|L11|L111|L1111
L2(12,8,4,2)|L2
L22(12,8,5,2)|L22|L222|L2222
L3(14,10,5,4,3)|L3
L33(14,10,7,5,3)|L33|L333|L3333
L11(15,11,6)|L1|L11
L22(19,13,8,7)|L2|L22
L33(22,16,9,8,7)|L3|L33
L1(15,11,3)|L1
L11(15,11,6)|L11
L2(19,13,5,2)|L2
L22(19,13,8,6)|L22
L3(23,17,6,4,3)|L3
L33(23,17,9,8,7)|L33
L11(21,16,10)|L1|L11
L22(25,20,9,6)|L2|L22
L33(29,24,12,8,7)|L3|L33
L11(21,16,11,5)|L1|L11
L22(25,20,14,8,4)|L2|L22
L33(29,24,17,10,8,4)|L3|L33
L1(21,17,11)|L1
L11(21,17,11,5)|L11
L2(25,21,14,2)|L2
L22(25,21,14,8,4)|L22
L3(28,24,17,4,3)|L3
L33(28,24,17,9,8,4)|L33
L11(26,23,16)|L1|L11
L22(29,26,18,6)|L2|L22
L33(33,30,22,7,6)|L3|L33
L11(26,23,16,5)|L1|L11
L22(29,26,18,9,5)|L2|L22
L33(33,30,22,10,8,4)|L3|L33
L1(26,23,16)|L1
L11(26,23,16,5)|L11
L111(26,23,16,8)|L111
L2(29,26,18,2)|L2
L22(29,26,18,9,5)|L22
L222(29,26,18,12,8)|L222
L3(33,30,22,5,4)|L3
L33(33,30,22,10,8,4)|L33
L333(33,30,22,14,12,7)|L333
L11(30,28,20)|L1|L11
L22(33,31,22,6)|L2|L22
L33(37,35,26,14,8)|L3|L33
L11(30,29,20,9)|L1|L11
L22(33,32,22,12,5)|L2|L22
L33(37,36,26,14,8,5)|L3|L33
L111(30,29,20,14,6)|L1|L11|L111
L222(33,32,22,17,10,5)|L2|L22|L222
L333(37,36,26,19,13,9,4)|L3|L33|L333
L11(30,29,20,14)|L1|L11
L111(30,29,20,14,6)|L111
L22(33,32,22,17,4)|L2|L22
L222(33,32,22,17,10,5)|L222
L33(37,36,26,19,13,5)|L3|L33
L333(37,36,26,19,13,8,4)|L333
L1(30,29,20,12)|L1
L11(30,29,20,13)|L11
L111(30,29,20,13,5)|L111
L2(33,32,22,17)|L2
L22(33,32,22,17,5)|L22
L222(33,32,22,17,10,5)|L222
L3(37,36,26,19,3)|L3
L33(37,36,26,19,8,3)|L33
L333(37,36,26,19,13,8,4)|L333
L11(34,33,24,14)|L1|L11
L22(37,36,27,22)|L2|L22
L33(41,40,30,23,8)|L3|L33
L11(34,33,24,18)|L1|L11
L22(37,36,27,21,4)|L2|L22
L33(41,40,30,23,13,9)|L3|L33
L111(34,33,24,18,6)|L1|L11|L111
L222(37,36,27,21,10,5)|L2|L22|L222
L333(41,40,30,23,13,9,4)|L3|L33|L333
Некоторое примерное качественное соответствие базисов (из статьи, где базисы заявлены):
L1 ~ cc-PVDZ, L11 ~ cc-PCVDZ
L2 ~ cc-PVTZ, L22 ~ cc-PCVTZ
L3 ~ cc-PVQZ, L33 ~ cc-PCVQZ
L4 ~ cc-PV5Z, L44 ~ cc-PCV5Z
L5 ~ cc-PV6Z, L55 ~ cc-PCV6Z
По материалам chemport.ru: L2m ~ 3z (в отличие от 3z основная часть L2m не расщеплена, в L2 есть ещё поляризационная функция f-типа)
(нерелятевистские basis.in и релятевистские в basis4.in)?
На досуге поразбирался.
При кажущемся богатстве выбор базисных наборов, на самом деле, не так велик. Во-первых, много синонимов, в которых легко запутаться. Во-вторых, немало базисных наборов, имеющихся в основном базисе, но отсутствующих в дополнительном. В итоге, для всех элементов есть следующие базисные наборы:
basis.in: b1 L2m L22m L1 L11 L2 L22 L3 L33 (элементы 1..36)
basis4.in: L1 L11 L2 L22 L3 L33 (элементы 1..102)
Более подробно см.
http://limor1.nioch.nsc.ru/file/Priroda/basis.in_sets
http://limor1.nioch.nsc.ru/file/Priroda/basis4.in_sets
(выбрать шрифт типа courier)
В этих файлах следующая информация (отсечены базисные наборы, отсутствующие для вспомогательного базиса):
— Базисные наборы и их синонимы, доступные для каждого из элементов.
— Какие из элементов есть в каждом базисном наборе.
— Количество базисных функций и контрактации для перечисленных выше наборов.
L1 ~ cc-PVDZ, L11 ~ cc-PCVDZ
L2 ~ cc-PVTZ, L22 ~ cc-PCVTZ
L3 ~ cc-PVQZ, L33 ~ cc-PCVQZ
L4 ~ cc-PV5Z, L44 ~ cc-PCV5Z
L5 ~ cc-PV6Z, L55 ~ cc-PCV6Z
По материалам chemport.ru: L2m ~ 3z (в отличие от 3z основная часть L2m не расщеплена, в L2 есть ещё поляризационная функция f-типа)
Добавлю: Минимальный природовский базис b1 по контрактациям похож на AhlrichsVDZ (для основных, но не всех элементов)
Для ответа в этой теме необходимо авторизоваться.